In the current paper, we analyzed a one-phase moving boundary problem that includes a
size-dependent thermal conductivity and a moving phase change material under the most …

In this paper, we discuss a Stefan problem that includes a moving phase change material
and a size-dependent thermal conductivity. This model also includes the time-dependent …

This review surveys and characterizes papers comprising various fields of heat transfer that
were published in the literature during 1994. It is intended to encompass the English …

The goal of this chapter is firstly to give a survey of some explicit and approximated solutions
for heat and mass transfer problems in which a free or moving interface is involved …

A model associated with the formation of sedimentary ocean deltas is presented. This model
is a generalized one-dimensional Stefan problem bounded by two moving boundaries, the …

This article presents a Stefan problem including thermal conductivity and heat capacity as
the functions of temperature. At α= β, the exact solutions to the proposed problem are …

We study a one-phase Stefan problem for a semi-infinite material with temperature-
dependent thermal conductivity with a boundary condition of Robin type at the fixed face x …

The mathematical analysis of a one-phase Lamé–Clapeyron–Stefan problem with nonlinear
thermal coefficients following [GA Tirskii, Two exact solutions of Stefan's nonlinear problem …

We study the supercooled one-phase Stefan problem for a semi-infinite material with
temperature-dependent thermal conductivity at the fixed face x= 0 x= 0. We obtain sufficient …

This article explores a phase change problem in a one-dimensional infinite domain x≥ 0
including the time-dependent speed of a phase change material. In this problem, the …